![1-(4-Chlorophenyl)-3-(2,6-difluorobenzyl)urea [Diflubenzuron]](data:image/png;base64,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)
| Product Number | 4653-7-X0 |
| Purity | 95 % |
| CAS | 35367-38-5 |
| MDL Number | MFCD00055343 |
| Molecular Formula | C14H9ClF2N2O2 |
| Molecular Weight | 310.68 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Listed on TSCA inventory
EINECS: 252-529-3